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Hence, it would be unwise to try only one classification method: the multiplicity issue investigated in this study is relevant.
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Using minimax methods, the multiplicity of periodic solutions is obtained.
By means of variational methods, the multiplicity of the positive solutions to this problem is obtained.
The results showed the widespread use of such methods, the multiplicity of published and in-house methods, and the variety of reference materials and calibrants in use.
However, both the ECF method and the DAGA method lack the multiplicity of nominal P-values which was caused by performing statistical tests on many genes in parallel.
Targeting a new multiple zero finder, in this paper, we suggest an efficient two-point class of methods, when the multiplicity of the root is known.
We will apply the subsuper solutions method to prove the multiplicity results.
We apply the fixed point index theory and the upper and lower solutions method to investigate the multiplicity of radially symmetric positive solutions.
Hence, we propose a new analogue of the operator Φ and apply the fixed point index theory combining with the upper and lower solutions method to investigate the multiplicity of positive radially symmetric solutions for the problem (P).
However, the LD between the SNPs suggests that the tests were not independent, and thus Bonferroni method may overcorrect the multiplicity of testing.
By using the sub-supersolution method and variation method, the authors get the multiplicity of positive solutions of P λ 1 f with M t) ≡ 1.
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CEO of Professional Science Editing for Scientists @ prosciediting.com